This work introduces a harmonic scaling framework in which structured multi-frequency superposition leads to coherent energy localization. A dimensionless geometric scaling constant (K = 0. 413334) governs the distribution of frequencies, resulting in compressed spectral behavior and stable harmonic structures. Numerical simulations demonstrate multi-frequency interference, amplitude modulation, and mode suppression consistent with harmonic synthesis principles. A phenomenological connection is proposed between the scaling constant and gravitational redshift in Schwarzschild geometry, suggesting that the harmonic compression regime may correspond to a near-horizon region (r ≈ 1. 2 rₛ). In this regime, higher-order modes are progressively suppressed, leading to effective energy concentration and structured field behavior. This framework offers a new perspective on structured mass emergence as a consequence of harmonic compression in strongly curved spacetime. While the model remains conceptual and requires further theoretical and experimental validation, it provides a potential bridge between harmonic systems and gravitational physics.
sree Debasish Dasgupta (Sun,) studied this question.